He can't do anything with these shares, right?

So if j is equal to 25 plus o, if we subtract 25 from both sides of this equation, we get j minus 25 is equal to o.

Very straightforward.

But let's say that someone looks at this and says, OK, it's the same business and everything.

60 5 plus 3 5 is 63 5, so these two things are the same thing.

So if I were to factor this completely I get 3t plus 2 squared, essentially.

And you might have been able to solve that in your head.

These products are of the same quality.

Yep, it's there.

6 36 they are both divisible by 6 so you can divide the numerator and denominator by 6.

Well, the easiest way I can think of doing this is to put both of these fractions into lowest possible terms, and then if they're the same fraction, then they're equivalent.

And I want to do it using two different units.

Well, that's what it's like now, but this is what it was like in the 1950s from the same boat in the same place on the same board on the same dock.

So we can already see the bottom of our rectangle that they're talking about, right there.

The files are identical.

Then you're going to do multiplication and division.

Well, we figured out, it's t the 3, t to the third power.

Or z is equal 2 minus 2 3x minus y over 3.

This is going to be 0 when x minus 12 is equal to 0.

Or you say, hey, look, I'm dividing this by this.

And in the meantime, it's going to pay me interest.

These words are derived from the same root.

And that's a good exercise for you to do.

Let me actually draw the same scenario over again.

You could write it like this.

Two discarded lovers closed in here like this...

It is this equation.

We could order it 8 plus 5 plus 5.

And this is a chart that shows the number of protons in matter and the number of neutrons.

But these pores here are special.

This is the same camera as yours.

So I actually thought I was doing a counter example, but actually because this too is the same as this, or when you switch the row this is the same as this, you can multiply them.

And now, where these two circles intersect, those are points that are equidistant from both of these centers that I just constructed.

And if you want, you can take the antiderivative of both sides with the natural logs, and all of that.

Andrew plans to re use the jaws that were originally cut to hold our bearing housing part

Well, the point is going to have to be on the same vertical as this point.

These are as good as those.

And the answer is exactly the same as this over here, because the prior is the same for B and C, and those probabilities are the same for B and C, so they should be exactly the same.

This is an upside down isosceles triangle, this is a right side up one.

Remember that time where there were bathrooms for black people and bathrooms for white people?

This formulation will be good to the extent that similar states have the same value.

Their burn up is much higher.

BALTHASAR I brought my master news of Juliet's death

Is the volume above this rectangle.

This is the same thing as minus 5 11 z plus 10 11.